Free Access
%PDF-1.5
%
17 0 obj
<>/OCGs[30 0 R]>>/Pages 7 0 R/Type/Catalog>>
endobj
29 0 obj
<>stream
2015-04-08T13:23:54-07:00
matplotlib 1.4.3, http://matplotlib.org
2015-11-26T09:01:01Z
2015-11-26T09:01:01Z
256
208
JPEG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matplotlib pdf backend
1
False
False
82.208247
66.417824
Millimeters
CMSY7
CMS Y 7
Regular
Type 1
1.0
False
cmsy7.PFB; cmsy7.pfm
CMSS8
CMS S 8
Regular
Type 1
1.0
False
cmss8.PFB; cmss8.pfm
CMSS10
CMS S 10
Regular
Type 1
1.0
False
cmss10.PFB; cmss10.pfm
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
application/pdf
proof:pdf
uuid:44398d6d-916c-4e89-ac58-cd6daf0b0caf
uuid:6b9831f3-4a80-42d6-9695-3d5681539102
endstream
endobj
7 0 obj
<>
endobj
11 0 obj
<>/LastModified(D:20151126090101+01'00')/MediaBox[0.0 0.0 233.031 188.271]/Parent 7 0 R/PieceInfo<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 233.031 188.271]/Type/Page>>
endobj
32 0 obj
<>stream
HTW.I
_{9Una@A/| q!=өT?~/~_~K~WzJoWiQ_>ϫ}o8Z&h_}̊e] 1j_/_zյj\E=?__M" |84eዺA`?¢݈7' 酟1qxπ{tV<@B0ۃ@xZ0ݎ!*^E0 1xutS@3Qgn S;B9`y*2 Q;BgN!q#X~+Е}hq*{ODF)N*؞OiicX9K>pCJ)AWri)b`^tz*(ڳo>@^Y.>|4]w qP|l%n}\V>AGm2 TQ>E]GN= Bf'[@QFb=mO Ste"j+}Q9w 7阓AwB-䠞۽{"+,O
S<